2. Practice the question types specifically for the question types, find out which questions are your weaknesses, highlight the difficulties for training, and turn the weaknesses into strengths. After the special training, do more than two sets of real questions completely. Pay attention to practice on time, not casually, so as to know your reaction speed more accurately. Then reflect and summarize against the answers. In this way, you will improve greatly.
Mathematics is a headache for most liberal arts students. Generally, there are 5- 10 numerical reasoning methods and 5- 10 calculation methods including application problems. Most of these 20 solutions don't need conventional solutions, because they will waste a lot of time and can't be solved, so please sum up more skills. The later material analysis also has about 10 section, which is generally difficult. What is important is the effective combination of reading speed and problem-solving skills. Because of the above problems, it is recommended not to give up and practice more.
I wish you success in your exam!